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eBook Topology: An Introduction to the Point-Set and Algebraic Areas (Dover Books on Mathematics) epub

by Donald W. Kahn

eBook Topology: An Introduction to the Point-Set and Algebraic Areas (Dover Books on Mathematics) epub
  • ISBN: 0486686094
  • Author: Donald W. Kahn
  • Genre: Science
  • Subcategory: Mathematics
  • Language: English
  • Publisher: Dover Publications (July 19, 1995)
  • Pages: 240 pages
  • ePUB size: 1348 kb
  • FB2 size 1508 kb
  • Formats mbr lit mobi azw


Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups

Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups. Problems, with selected solutions.

Differential Topology: First Steps (Dover Books on Mathematics) . Topology: An Introduction to the Point-Set and Algebraic Areas (Dover Books on Mathematics).

Differential Topology: First Steps (Dover Books on Mathematics) Paperback. A Combinatorial Introduction to Topology (Dover Books on Mathematics) Paperback. Anyone who has studied basic point-set topology will find the first three chapters yawn-worthy and archaic. So it's best to skip over them as quickly as possible. Chapter 4 presents the basic concepts of homotopy very concretely and simply.

Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups

Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups. Categories: Mathematics\Geometry and Topology.

Автор: Kahn, Donald W. Название: Topology: An Introduction to the Point-Set and . Описание: This self-contained treatment of algebraic topology assumes only some knowledge of real numbers and real analysis.

1995 Серия: Dover books on mathematics Язык: ENG Иллюстрации: 128ill.

Author: Donald W Kahn. Introduction to Algebraic Topology and Algebraic Geometry Homology theory: An introduction t. . Introduction to Algebraic Topology and Algebraic Geometry. Homology Theory, An Introduction to Algebraic Topology Homology theory: An introduction to algebraic topology.

Algebraic Areas-Dover Publications (1995) - Ebook download as PDF File . df), Text File . xt) or read book online Berkeley Problems in Mathematics. Uploaded by. Neeraj Bhauryal.

Donald W. Kahn-Topology an Introduction to the Point-Set and Algebraic Areas-Dover Publications (1995) - Ebook download as PDF File . xt) or read book online. Documents Similar To Donald W. Kahn-Topology an Introduction to the Point-Set and Algebraic Areas-Dover Publications (1995). Berkeley Problems in Mathematics. to Set Theory PDF. hermahuitron. Introduction to Topology and Modern Analysis. Vani Shri. Topology General & Algebraic (2009) - (Malestrom). ratchagar a.

Paperback, 240 pages. Published July 19th 1995 by Dover Publications.

Start by marking Topology: An Introduction to the Point-Set and Algebraic Areas as Want to Read: Want to Read savin. ant to Read. Paperback, 240 pages. Topology: An Introduction to the Point-Set and Algebraic Areas. 0486686094 (ISBN13: 9780486686097).

Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups. Good book, Great supplement. com User, July 17, 2003. I used this book as a supplement for math590(in. tudy) on simplicial homology groups. This book is good because its cheap, concise, and rigorous (and characterizes all compact surfaces as well as proves the simplicial approximation theorem).

Differential forms in Algebraic Topology, by Bott & Tu: though it overlaps a bit with the one of Madsen & Tornehave, an excellent book.

General Topology (Dover Books on Mathematics) Stephen Willard (Author). Topology (Dover Books on Mathematics) John G. Hocking (Author), Gail S. Young (Author), Mathematics (Author). Topology (Undergraduate Texts in Mathematics) K. Jänich (Author), S. Levy (Translator). Differential forms in Algebraic Topology, by Bott & Tu: though it overlaps a bit with the one of Madsen & Tornehave, an excellent book. answered Sep 13 '12 at 18:52.

Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups. The text is accessible to students at the advanced undergraduate or graduate level who are conversant with the basics of real analysis or advanced calculus. Problems, with selected solutions. Bibliography. 1975 edition.
Comments: (3)
The Sphinx of Driz
I am currently self-studying from this book. The proofs are (generally) well-presented, and the exercises (generally) follow from the section before. I am about halfway through and have done 95% of the exercises to this point. Some exercises seem out of place, as they lack context entirely, but they are few and far between. My biggest struggle is the notation, since it sometimes fails to match the common notation used elsewhere. Occasionally a major concept (such as equivalence of two topologies) will be mentioned in passing (one sentence) and then show up in the exercises as if you have a complete understanding of the concept. Other times a proof strategy will be suggested ("Hint: do X") without also the justification that doing X actually provides a valid proof of the desired statement.

I'm not upset to be studying from this book, but I do have to occasionally supplement it with online resources. I have definitely experienced worse math textbooks.
Whiteflame
It is the author's ability to properly convey the ideas of the given subject that should be addressed not who the author chose to review it. Having read books by several of the "well-known' authors in the area of Topology, i.e. Munkres, Kelley and Bourbaki, I found this book quite informative, lively and lives up to the author's assertion that there is a definte need for books that are less dense(terse, pedantic) and which get right to the point, illustrating and presenting the material essential for an introductory exposure to Topology. The exercises are well chosen and extend the material presented in the text which is a complementary bonus since there appears an unfortunate trend in some texts to have seemingly irrelevant exercises at the end of each section. Also I found this to be good book for independent study and strongly recommend it to all highly motivated undergraduates.
Kinashand
I find this to be an excellent treatment of concepts with have been made quite difficult in other texts.
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